| A | B |
| Q.1. If in two triangles, the corresponding ......... sides are in proportion then the triangles are similar | (a) Three |
| Q.2. If the corresponding sides of two triangles are in proportion then their corresponding angles are ......... | (b) Congruent |
| (c) Two |
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| $A$ | $B$ |
| $Q.1.$ Which number is $3 + \sqrt 3?$ | $(a)\sqrt4$ |
| $Q.2. ..........$ is not an irrational number. | $(b)\sqrt5$ |
| $(c)$ irrational |
| Section-A | Section-B | |
| $Q.1. \sin \theta$ | $(a)$ | $-\cot ^2 \theta$ |
| $Q.2. \cos \theta$ | $(b)$ | $\sqrt{1-\cos ^2 \theta}$ |
| $(c)$ | $\sqrt{1-\sin ^2 \theta}$ | |
| A | B |
| Q.1. The probability of any event can not be ....... | (a) Zero |
| Q.2. $P ( E )$$=\frac{\begin{array}{c}\text { Number of outcomes favorable to event E }\end{array}}{\begin{array}{c}\text { Number of all possible outcomes of the experiment }\end{array}}$ who has given this definition of probability? | (b) Negative |
| (c) Pierre Simon Laplace |
| $A$ | $B$ |
| $Q.1.$ If the number of observation is even, then the median is the average of ________ | $(a) \frac{\frac{n}{2}+\left(\frac{n}{2}+1\right)}{2}$ |
| $Q.2.$ Which equation is not true for the measure of central tendency $?$ | $(b) 2 \bar{x}+ Z =3 M $ |
| $(c) 2 \bar{x}= Z -3 M $ |
| $A$ | $B$ |
| $Q.1.$ Which number is $\pi?$ | $(a)$ Shrinivas Ramanujan |
| $Q.2.$ The great mathematical genius ______ of India have been able to calculate the value of $\pi$ correct to million places of decimals. | $(b)$ Irrational |
| $(c)$ Aryabhatta |
| A | B |
| Q.1. Formula to find the curved surface area of a sphere is ......... | (a) $2 \pi r^{\prime}$ |
| Q.2. The total surface area of closed hemisphere is ......... | (b) $4 \pi r^2$ |
| (c) $3 \pi r^2$ |
| $A$ | $B$ |
| $Q.1.$ If $S _n=2 n^2+3 n$ then find $d$. | $(a) 9$ |
| $Q.2.$ If First term of an $AP$ is $2$ and its last term is $200$ find the sum of its first $200$ terms | $(b) 4$ |
| $(c) 2200$ |
| A | B |
| Q.1. The probability of any event can be ......... or more than it. | (a) 0 |
| Q.2. The probability of any event except sure event and impossible event always lies between ........ | (b) 1 and 2 |
| (c) 0 and 1 |
| $A$ | $B$ |
| $Q.1. ......$ is a two variable linear equation. | $(a) \frac{x}{2}+\frac{6}{x}=y$ |
| $Q.2.$ If the age of son is $\frac{1}{6}$ the age of his father then which equation is true for this data$?$ | $(b) x=y$ |
| $(c) x – 6y = 0$ |
| A | B |
| Q.1. In an equilateral triangle, the length of its median is $\sqrt{3}$. The length of its side is ..... | (a) 8, 24, 26 |
| Q.2. If the measures of the sides of a triangle is ....... then the triangle is not a right angle triangle. | (b) $2 \sqrt{3}$ |
| (c) 2 |